{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 画单条线\n",
    "xpoints = [0, 6]\n",
    "ypoints = [0, 100]\n",
    "plt.plot(xpoints, ypoints)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 洋红、实心圈\n",
    "plt.plot(xpoints, ypoints,'mo')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 折线\n",
    "xpoints = [1, 2, 6, 8]\n",
    "ypoints = [3, 8, 1, 10]\n",
    "plt.plot(xpoints, ypoints)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import numpy as np\n",
    "\n",
    "x = np.arange(0, 4 * np.pi, 0.1)  # start,stop,step\n",
    "y = np.sin(x)\n",
    "z = np.cos(x)\n",
    "plt.plot(x, y, x, z)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 柱状图\n",
    "data = {\"apple\": 10, \"orange\": 15, \"lemon\": 5, \"lime\": 20}\n",
    "names=list(data.keys())\n",
    "values=list(data.values())\n",
    "plt.bar(names,values)\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3.10.2 ('venv': venv)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.2"
  },
  "orig_nbformat": 4,
  "vscode": {
   "interpreter": {
    "hash": "1577a05ddfca352f4d657d7bbde71d44e58f3858e3f81e48a10db2a97469c5a1"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
